Analyzed how computation is developed in three Japanese primary-grade textbook series by focusing on differences in presentation. Found that goals are similar but the methods and materials of presentation are very different, and that a much higher level of computational facility at the end of grade three is expected of Japanese students than of…

Validates a framework for assessing children's thinking in multidigit number situations and uses the framework to evaluate instructional programs. Key constructs--counting, partitioning, grouping, and number relationships--appear stable within each of 5 levels across 12 case studies, suggesting a possible hierarchy of thinking. (DF)

Examines discipline and control problems in one beginning teacher's acculturation into the high school mathematics tradition. Data from interviews and audiotapes of her classes relate these problems to certain tensions and contradictions in the mathematics tradition and suggest how efforts to cope with them serve to reflexively validate the…

Describes mathematics courses developed for guided self-study at a distance. The courses incorporate new educational media and special didactic techniques. Provides details about how a computer can be used in such a setting, and focuses on a computer practical examination used for an advanced course in Fourier transforms. (27 references) (DDR)

This article describes an elementary school's use of a curriculum-based measurement (CBM) system that allowed teachers to develop reading and mathematics interventions to assist students with and without disabilities. Presents a step-by-step approach to developing CBM and guidelines for implementing CBM in entire classrooms or for individual…

A California State University, Northridge mathematics professor divided a statistics class, teaching one group traditionally in class and another in an online version of the course, using a World Wide Web site, electronic mail, and an electronic chat room. On both midterm and final exams, the latter group performed significantly better. Despite a…

Provides examples and a discussion of the Inquiry Cooperation Model (ICM). The ICM is a way of describing a pattern of communicative cooperation between teacher and students. It tries to develop students' preconceptions into mathematical competence. Contains 15 references. (DDR)

Argues that online instructors have a great impact on the quality of a student's online experience. Demonstrates through the author's personal experience as an online instructor that written communication skills are essential in an online classroom. (Contains seven references.) (NB)

Discusses the mathematics learning related to NCTM standards that emerges as children engage in play in early childhood and kindergarten settings and offers suggestions for the effective use of play in teaching young children mathematics. Focuses on the use of blocks and manipulatives. Discusses how teachers' assumptions and mathematics knowledge…

Studied the work of three high school mathematics teachers who have advanced large numbers of their Latina/o students through the curriculum. Findings suggest that some strategies used at lower grade levels are also effective with high school students, including group work, work in the primary language, supplementing textbook materials, and…

Attempts to make sense of the complexity of mathematics teaching and its development at secondary school level. Conducts a partnership between teachers and researchers in U.K. schools and analyzes interactions between the teacher and students at whole class and small group level. Uses the teaching triad as an analytical device and reflective agent…

This article describes the positive outcomes of a 3-week residential program on mathematics problem solving for gifted rising high school seniors. The program incorporated a curriculum that integrated five process standards espoused by the National Council of Teachers of Mathematics including problem solving, reasoning and proof, communication,…

The need to teach functional mathematics to students with learning disabilities to prepare them for independent living is explored. The article discusses questions teachers should ask themselves in reviewing their mathematics curricula, ways to implement a functional math curriculum, and the application of mathematics skills to life-centered…

Describes how using spreadsheets helped seventh grade algebra students develop problem-solving skills. Topics include the functional dualism of the spreadsheet as a text, uniting enactive and numeric modeling of word problems, new meanings and reciprocal learning, learning through problem "posing," higher levels of thinking, and decreasing…

Describes three episodes in Sendai, Japan: (1) reasoning with number patterns (grade one); (2) engaging in logical analysis (grade five); and (3) a reason to reason (grade five). Observation of these episodes reinforces importance of the teacher's patience in guiding the lesson and encouraging several alternative solutions from students. Lessons…